A thick cylinder made of stainless steel is set on an axle going through its center...

  

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A thick cylinder made of stainless steel is set on an axle going through its center of mass (figure below). Initially, the cylinder was stationary. Then, a tangential force F = 3N is acting on the object. The radius of the cylinder is 0.14 m. Figure below show the change of the angular position of the cylinder as a function of t. 000 10 1. If the slope of the graph is 16 rad/s, calculate the moment of inertia of the cylinder 2. Calculate the angular speed of the cylinder after 5 seconds 3. Compute the rotational kinetic energy of the cylinder at t = 5 seconds A thick cylinder made of stainless steel is set on an axle going through its center of mass (figure below). Initially, the cylinder was stationary. Then, a tangential force F = 3N is acting on the object. The radius of the cylinder is 0.14 m. Figure below show the change of the angular position of the cylinder as a function of t. 000 10 1. If the slope of the graph is 16 rad/s, calculate the moment of inertia of the cylinder 2. Calculate the angular speed of the cylinder after 5 seconds 3. Compute the rotational kinetic energy of the cylinder at t = 5 seconds